*****   Statistics for Max derlog L  ***** 
name source fileanalysis = maxderlog.csv
  *****   MAX   *****
maximal value on column max = 3.2466918383087835 attained at q = 8430391.0
second maximal value on column max = 3.2428326869028998 attained at q = 9909091.0
third maximal value on column max = 3.2342914081261833 attained at q = 8042407.0
fourth maximal value on column max = 3.2257038038498589 attained at q = 7306337.0
  *****   MIN   *****
minimal value on column max = 0.3682816159701480 attained at q = 3.0
second minimal value on column max = 0.6496099994239800 attained at q = 11.0
third minimal value on column max = 0.6937432529991790 attained at q = 7.0
fourth minimal value on column max = 0.6963098629920370 attained at q = 13.0
  *****   MAX  normalised values max/log(log(q)) *****
maximal value on column norm = 3.9158971057908452 attained at q = 3.0
second maximal value on column norm = 1.7392426423249177 attained at q = 5.0
  *****   Min normalised values max/f(q) *****
minimal value on column norm = 0.7392305224375776 attained at q = 13.0
second minimal value on column norm = 0.7427582893080719 attained at q = 11.0
  *****   STATS MAx derlog L   *****
number of odd > even : 591665 percentage = 89.02867684455398
number of even > odd : 72913 percentage = 10.971323155446013
number of even = odd : 0 percentage = 0.0
total number (oddgreatereven+evengreaterodd) = 664578
total number (evenequalodd) = 0
total number (number of rows) = 664578
*** Detecting values Mq >= ubound(q) and saving them on file uexcept.txt
*** There are n.7 primes for which Mq >= ubound(q) 
*** Detecting values Mq <= lbound(q)  and saving them on file lexcept.txt
*** There are n.2 primes for which Mq <= lbound(q) 
*****   End analysis script   *****